5

# Graph the numbers on a number line. Label each.$$5 rac{2}{3}, 1,-3,-4 rac{5}{6}, 2 rac{1}{4}$$...

## Question

###### Graph the numbers on a number line. Label each.$$5 rac{2}{3}, 1,-3,-4 rac{5}{6}, 2 rac{1}{4}$$

Graph the numbers on a number line. Label each. $$5 \frac{2}{3}, 1,-3,-4 \frac{5}{6}, 2 \frac{1}{4}$$ #### Similar Solved Questions

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##### Proof. Suppose thatGT(v1) + oTlv2) + - +cT(vk) =0 for some scalars C By the linearity of T. this is equivalent to T(Avi + CV2 + +cVk) = 0. Applying S = T-1 to both sides yields S(T(cv + CV2 + . - + CKVr)) = S() CV + C2V2 + +cVk = 6. Now. {V1, V2 Vk} is hasis o V and in particnlar these vectors are linearly independent . This is hence possible only when = Ck 0. which means that the vectors T(V ) T(v2) . .T(Vk) are indleed linearly independent _ Conversely . suppose that the vectors {T(v), T(v2) .
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